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THE STEPHEN B. KLEIN FACULTY OF |AEROSPACE ENGINEERING

Propelling the Future

Research Labs

Max and Desiree Blankfeld Endowed Prize

Graduate Studies

Industry Relations

About the |Faculty

The Stephen B. Klein Faculty of Aerospace Engineering at the Technion is a world-class academic hub for aeronautics and astronautics, dedicated to creating, expanding, and disseminating ideas and knowledge in aerospace sciences and engineering.

BE PART OF THE |AEROSPACE FUTURE

News
12.08.2026

Technion Establishes New International Prize for Transformative Innovation in Aerospace

The Max and Desiree Blankfeld Endowed Prize for Transformative Innovation in Aerospace, made possible through a generous gift from Max and Desiree Blankfeld of Houston, Texas.
11.08.2026

Congratulations! Prof. Moshe Idan Promoted to Full Professor

Professor Idan is an internationally recognized researcher whose work has made significant contributions in the areas of estimation theory, flight control systems, and air traffic management.
08.02.2026

Professor Eli Livne Awarded the 2026 Hanin International Prize

The late Prof. Meir Hanin International Prize is awarded every two years for significant scientific and/or technological achievements in aerospace sciences.
Events
September 17 2026
The event includes wind tunnel demonstrations, lectures, and lunch. Participation is free of charge, but prior registration is required.
Seminars
October 05 2026
Yishai Glam | The aeroelastic stability and dynamic response of thin panels are important considerations in aerospace structures design. Traditional nonlinear Rayleigh-Ritz (RR) analysis struggles when applied to panels with nonuniform boundary conditions (BCs) or local constraints. Generating the necessary global basis functions is difficult, often leading to slow convergence and requiring many modes.
October 21 2026
Royi Shabtay | The velocity field inside spherical-cap rising bubbles was measured quantitatively by ray-traced, planar laser-induced fluorescence (PLIF) and shadowgraphy and then used to calculate scalar transport properties for bubbles of different Reynolds numbers.
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Long-term satellite formation keeping must account for the effects of orbital perturbations. While long-term formation keeping around the Earth has been thoroughly studied, lunar formations are yet to be further...
We study dipolophoretic (DIP), i.e. the combined induced – charge electrophoretic (ICEP) and dielectrophoretic (DEP) interactions between a pair of identical conducting circular cylindrical particles suspended in an unbounded electrolyte...
Shaping the trajectory of an interceptor is crucial for numerous reasons, including the ability to take into account environmental factors and countermeasures. Moreover, we gain the ability to specify the...
The mathematical theory of nonlinear cooperative control relies heavily on notions from graph theory and passivity theory. A general analysis result is known about cooperative control of maximally equilibrium-independent passive systems, relating steady-states of...
Events on 01/04/2019
Long-term satellite formation keeping must account for the effects of orbital perturbations. While long-term formation keeping around the Earth has been thoroughly studied, lunar formations are yet to be further...
Events on 03/04/2019
We study dipolophoretic (DIP), i.e. the combined induced – charge electrophoretic (ICEP) and dielectrophoretic (DEP) interactions between a pair of identical conducting circular cylindrical particles suspended in an unbounded electrolyte...
Events on 08/04/2019
It has been recognized since the pioneering experiments of Reynolds in 1883 that surface roughness plays a significant role in the dynamics of shear layers. This is a classical problem...
Events on 10/04/2019
Shaping the trajectory of an interceptor is crucial for numerous reasons, including the ability to take into account environmental factors and countermeasures. Moreover, we gain the ability to specify the...
Events on 17/04/2019
The mathematical theory of nonlinear cooperative control relies heavily on notions from graph theory and passivity theory. A general analysis result is known about cooperative control of maximally equilibrium-independent passive systems, relating steady-states of...
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